Would this be zero order ? ### Understanding Reaction Orders#### Problem Statement:What is the overall order of the following reaction, given the rate law?\[ \text{NO} (g) + \text{O}_3 (g) \rightarrow \text{NO}_2 (g) + \text{O}_2 (g) \]Rate = \( k[\text{NO}][\text{O}_3] \)#### Options:1. \(\frac{1}{2}\) order2. 3rd order3. 1st order4. 0th order5. 2nd order### Explanation:To determine the overall order of the reaction, we need to analyze the given rate law equation.1. **Rate Law**: The rate law is given by:\[ \text{Rate} = k[\text{NO}][\text{O}_3] \]2. **Identifying Orders**: - The order with respect to \(\text{NO}\) is 1 because the exponent of \([\text{NO}]\) is 1. - The order with respect to \(\text{O}_3\) is also 1 because the exponent of \([\text{O}_3]\) is 1.3. **Overall Order**: - To find the overall order of the reaction, we sum the individual orders: \[ 1 (\text{NO}) + 1 (\text{O}_3) = 2 \]Therefore, the overall order of the reaction is **2nd order**.#### Correct Answer:- 2nd order

Order of a reaction:- It is defined as the sum of powers of the concentration of the reactant in the…

Answered: What is the overall order of the…

What is the overall order of the following reaction, given the rate law? NO(g) + O3(g) → NO2(3) + O2(g) Rate = k[NO][O3] %3D 15 order 3rd order 1st order Oth order O 2nd order

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Question

Would this be zero order ?

### Understanding Reaction Orders

#### Problem Statement:
What is the overall order of the following reaction, given the rate law?

\[ \text{NO} (g) + \text{O}_3 (g) \rightarrow \text{NO}_2 (g) + \text{O}_2 (g) \]
Rate = \( k[\text{NO}][\text{O}_3] \)

#### Options:
1. \(\frac{1}{2}\) order
2. 3rd order
3. 1st order
4. 0th order
5. 2nd order

### Explanation:

To determine the overall order of the reaction, we need to analyze the given rate law equation.

1. **Rate Law**: The rate law is given by:
\[ \text{Rate} = k[\text{NO}][\text{O}_3] \]

2. **Identifying Orders**:
- The order with respect to \(\text{NO}\) is 1 because the exponent of \([\text{NO}]\) is 1.
- The order with respect to \(\text{O}_3\) is also 1 because the exponent of \([\text{O}_3]\) is 1.

3. **Overall Order**:
- To find the overall order of the reaction, we sum the individual orders:
\[ 1 (\text{NO}) + 1 (\text{O}_3) = 2 \]

Therefore, the overall order of the reaction is **2nd order**.

#### Correct Answer:
- 2nd order

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